IEE Floating Point Part 2 Flashcards

1
Q

Determines whether the number is negative or positive

A

Sign bit s

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2
Q
A
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3
Q

K-bit exponent

A

Encodes export E

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4
Q

The n-bit fraction field encodes the significant ___

A

M

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5
Q

Case occurs when the bit pattern of exp is entirely all zeros (numeric value 0) not all ones (numeric value 255 for single precision, 2047 dog double)

A

Normalized

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6
Q

Bias for single precision

A

127

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7
Q

Bias for double precision

A

1023

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8
Q

When exponent field is all zeros

A

Denormalized

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9
Q

Denormalized values serve two purposes

A
  1. To represent numeric value 0
    2,.. To represent numbers very close to 0.0.
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10
Q

Denormalized numbers provide a problem known as ______ ______ in which possible numeric values are spaced evenly near 0.0

A

Gradual underflow

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11
Q

How is zero represented in IEEE floating point

A

Floating point representation of +0.0 has a bit pattern of all zero, the sign bit is 0, the exponent field is all 0’s, and the fraction field is al zeros Ivan M = f = 0.

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12
Q

What happens when the sign bit is 1, but the other fields are all zeros

A

Get value -0.0

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13
Q

What happened when exponent field is all 1’s

A

The resulting values represent INFINITY, either positive or negative when s = 0, s= 1

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14
Q

When a fraction field is non-zero the resulting value is called ____ short for not a number.

A

NaN

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15
Q

The value +0.0 always has a bit representation of all ______

A

Zeros

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16
Q

Single precision can provide approximately ___ decimal digits of precision

17
Q

Double precision can provide approximately ___ to ___decimal digits of precision

19
Q

Sign for Denormalized, normalized, invite, or Nan

20
Q

Exponents for +0.0

21
Q

Floating point for 0.0

22
Q

Exponents for Denormalized

23
Q

F (mantissa) for Denormalized

A

Not all 0’s

24
Q

Exponent for normalized

A

> 0 but NOT all 1’s

25
F for normalized
An bit pattern
26
Exponent for infinity
All 1’s
27
F for infinity
All 0’s
28
E for NaN
All 1’s
29
F for NaN
Anything but all 0’s